Answer:
$ 13.167 / unit
Explanation:
Data provided:
Beginning material cost = $ 126,000
Number of units in work in progress = 12,000 units
Material cost assigned = $ 32,000
thus,
the total material cost involved = $ 126,000 + $ 32,000 = $ 158,000
Now,
the material cost per equivalent unit = Total material cost involved / number of units
on substituting the values, we have
the material cost per equivalent unit = $ 158,000 / 12,000
or
= $ 13.167 / unit
Answer:
$65.85
Explanation:
Calculation for What should the offer price be
Using this formula
Offer price=(Preferred stock× Liquidating value)/Return
Let plug in the formula
Offer price = (0.054 × $100) / 0.082
Offer price=5.4/0.082
Offer price = $65.85
Therefore the offer price should be $65.85
Answer:
Cullumber Company
Balance Sheet
As at 2022
Explanation: Amount in $
Current Assets
Accounts Receivable 12,500
Cash 13,000
Prepaid Insurance 6,600
Supplies 4,600
Total Current Assets 36,700
Non-Current Assets
Equipment (225,000-36,900) 188,100
Total Assets <u> </u><u>224,800</u>
Liabilities & Shareholders' Equity
Current Liabilities
Accounts Payable 10,600
Notes Payable 65,000
Salaries Payable 3,900
Total Current Liabilities 79,500
Equity
Common Stocks 97,000
Retained Earnings (25,900+133,000-21,400-13,600-2,600-16,800-33,500-6,700) 64,300
Dividends (16,000)
Total Equity 145,300
Total Liabilities & shareholders' equity <u>224,800</u>
Answer:
difference between supplies = $4.68
Explanation:
cost of merchandise from manufacturer if paid within discount period:
$1,200 x (1 - 40%) = $720
$720 x (1 - 10%) = $648
freight cost = $648 x 2.5% = $16.20
discount for early payment = $648 x 2% = $12.96
total cost = $651.24
cost of merchandise from wholesaler if paid within discount period:
$1,200 x (1 - 40%) = $720
$720 x (1 - 8%) = $662.40
discount for early payment = $648 x 1% = $6.48
total cost = $655.92
difference between supplies = $4.68
Answer:
Bond Price= $1,774.05
Explanation:
Giving the following information:
Coupon rate= 0.0573/2= 0.02865
YTM= 0.067/2= 0.0335
The bond matures in 23 years.
Par value= $2,000
<u>To calculate the bond price, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond Price= 57.3*{[(1 - (1.0335^-46)] / 0.0335} + [2,000/1.0335^46]
Bond Price= 1,334.76 + 439.29
Bond Price= $1,774.05
